Measurement

A desk is $120\text{ cm}$ wide. What is this width in metres?

Convert $0.5\text{ tonnes}$ to kilograms.

A large juice bottle has a capacity of $3.2\text{ L}$. Convert this to millilitres.

How many millimetres are in $0.06\text{ m}$?

A length of fabric is $15,000\text{ millimetres}$ long. How many $\text{metres}$ is this?

A gold coin weighs $8\text{ grams}$. What is the total weight of $50$ such coins in $\text{kilograms}$?

A cable is $3.2\text{ kilometres}$ long. How many $\text{millimetres}$ is this?

A soda can has a capacity of $33\text{ cL}$. How many liters of soda are there in a pack of $24$ cans?

If a paperclip has a mass of $0.8\text{ g}$, how many paperclips would it take to weigh exactly $1.2\text{ kg}$?

A roll of ribbon is $15\text{ m}$ long. A designer uses $240\text{ cm}$ for one dress and $1500\text{ mm}$ for another. How many meters of ribbon are left?

If the side of a square is $5$ cm, what is its area?

Find the perimeter of the isosceles triangle shown.

Which of the following squares has a perimeter of $16$ cm?

A triangle has a base of $10$ m and a height of $7$ m. What is its area?

Find the perimeter of the combined shape.

The area of a triangle is $20$ cm$^2$. If its base is $8$ cm, what is its height?

Calculate the perimeter of the shape made from a rectangle and an equilateral triangle.

A composite shape is made of a rectangle and a right-angled triangle. The rectangle is $10 \text{ cm}$ by $4 \text{ cm}$. The triangle has a base of $6 \text{ cm}$ and shares its height with the rectangle's width ($4 \text{ cm}$). What is the total area of the shape?

The diagram shows a rectangle and a triangle inside it. The rectangle has dimensions $20 \text{ m}$ by $12 \text{ m}$. The triangle's base is the full length of the rectangle, and its vertex touches the opposite side. What is the area of the shaded region (the part of the rectangle NOT covered by the triangle)?

A rectangle has a perimeter of $50 \text{ cm}$. If the length is $5 \text{ cm}$ more than the width, calculate the area of the rectangle.

Three identical squares, each with a side length of $2\text{ cm}$, are joined to form an L-shape. What is the total area?

A $5\text{ cm}$ by $5\text{ cm}$ square and a $10\text{ cm}$ by $2\text{ cm}$ rectangle are joined together. What is the total area?

An L-shape is made of a horizontal base $8\text{ cm}$ long (with height $3\text{ cm}$) and a vertical side $3\text{ cm}$ wide (with height $7\text{ cm}$). They are joined end-to-end without overlapping. What is the total area?

A rectangle measuring $15\text{ cm}$ by $10\text{ cm}$ has an $8\text{ cm}$ by $8\text{ cm}$ square cut out from it. What is the remaining area?

A square has a side length of $20\text{ cm}$. Inside it, there is a rectangular hole that measures $10\text{ cm}$ by $5\text{ cm}$. What is the remaining area of the square?

A shape consists of a $15\text{ cm} \times 5\text{ cm}$ rectangle with a triangle attached to one of the $5\text{ cm}$ sides. The triangle has a base of $5\text{ cm}$ and a height of $5\text{ cm}$. What is the total area?

A T-shape is made from a top bar measuring $8\text{ cm} \times 2\text{ cm}$ and a stem measuring $2\text{ cm} \times 10\text{ cm}$. What is the area?

An equilateral triangle has a side length of $12\text{ cm}$ and a height of approximately $10.4\text{ cm}$. If three such triangles are joined to form a larger trapezium, what is the total area?

A large square has a side of $30\text{ cm}$. A smaller square of side $x$ is removed from each of its four corners. If the total area removed is $100\text{ cm}^2$, what is the area of the remaining shape?

A composite shape is made of a trapezium with bases $8\text{ cm}$ and $12\text{ cm}$ and height $5\text{ cm}$, and a semicircle with diameter $8\text{ cm}$ attached to the shorter base. What is the total area? (Use $\pi = 3.14$)

Calculate the total surface area of a cuboid with dimensions $5\text{ cm} \times 4\text{ cm} \times 2\text{ cm}$.

A cuboid has a length of $6\text{ cm}$, a width of $6\text{ cm}$, and a height of $2\text{ cm}$. Find the volume.

Find the total surface area of a cuboid with length $3\text{ cm}$, width $2\text{ cm}$, and height $10\text{ cm}$.

A cuboid has dimensions $1\text{ cm}$ by $1\text{ cm}$ by $20\text{ cm}$. What is its volume?

A cuboid has dimensions $x$, $2x$, and $3x$. If $x = 2\text{ cm}$, what is its volume?

If the total surface area of a cube is $96\text{ cm}^2$, what is its volume?

A cuboid has a volume of $240\text{ cm}^3$. If the length is $10\text{ cm}$ and the width is $6\text{ cm}$, what is the height?

A cuboid has a length of $a$, width of $a+2$, and height of $a-1$. If $a=4$, what is the difference between the numerical values of its volume and its total surface area?

A cuboid is made of 24 unit cubes. Which of the following cannot be the total surface area of this cuboid?

A cuboid has a length of $10\text{ cm}$ and a width of $8\text{ cm}$. If the diagonal of the base is approximately $12.8\text{ cm}$ and the volume is $400\text{ cm}^3$, what is the area of the smallest face?

How many seconds are in half a minute?

A movie starts at $14:15$ and is $2$ hours long. What time does it end?

Convert $7:30$ PM to the $24$-hour clock format.

How many weeks are in $28$ days?

A bus is scheduled to arrive at $16:05$. It is running $22$ minutes late. What time does it arrive?

A roast chicken takes $20$ minutes per $500$g to cook, plus an extra $15$ minutes. How long does a $2$kg chicken take to cook?

A cyclist completes a circuit in $14$ minutes and $30$ seconds. If they start at $09:00:00$, at what time do they complete their third circuit?

An airplane flies $2400$ km in $3$ hours and $45$ minutes. If it faces a headwind that slows it down by $40$ km/h on the return trip, how long will the return flight take?

If a year starts on a Monday, and it is not a leap year, what day of the week will the last day of the year be?

A train passes a signal post in $12$ seconds while traveling at $72$ km/h. What is the length of the train in meters?